How many liters of antifreeze ethylene glycol[CH 2 (OH)CH 2 (OH)] would you add
ID: 676725 • Letter: H
Question
How many liters of antifreeze ethylene glycol[CH2(OH)CH2(OH)] would you add to a carradiator containing 7.50 L of water if the coldest wintertemperature in your area is -19.5 degree C? calculate the boilingpoint of this water-ethylene glycol mixture. (The density ofethylene glycol is 1.11 g/mL) a) what is the volume of antifreeze (in L)? b) what is the boiling point of the solution ? How many liters of antifreeze ethylene glycol[CH2(OH)CH2(OH)] would you add to a carradiator containing 7.50 L of water if the coldest wintertemperature in your area is -19.5 degree C? calculate the boilingpoint of this water-ethylene glycol mixture. (The density ofethylene glycol is 1.11 g/mL) a) what is the volume of antifreeze (in L)? b) what is the boiling point of the solution ?Explanation / Answer
a) This could be solved by considering the colligativeproperties . Tf = Kf * m Where Tf is the depression in freezing point Kf is the molal depression in freezing constant m is the molality Tf = Tpure - Tsolution = 0 0C - ( -19.5 0 C) =19.5 0 C Kf for water =1.86 0 C / m m = 19.5 0 C /1.86 0 C / m = 10.48 m since the density of water is 1g / mL , mass of solvent = 7.50 kg molality = No.of moles of solute / Mass of solvent No.of moles of solute = 10.48 m / 7.50 kg = 1.39 moles Mass of etylene glycol = 1.39moles * 62.068 g/mol= 86.2745 g Given that the density of ethylene glycol = 1.11 g/ mL Volume of ethylene glycol = 86.2745 g /1.11 g / mL = 0.077 L b ) Tb = Kb * m Where Tb is the elevation in boilingpoint Kb is the molal elevation in boiling constant ( 0.510 C / m for water ) m is the molality Tb = 0.51 0 C / m* 10.48 m = 5.3448 0 C Where Tb is the elevation in boilingpoint Kb is the molal elevation in boiling constant ( 0.510 C / m for water ) m is the molality Tb = 0.51 0 C / m* 10.48 m = 5.3448 0 C But Tb = Tsoln -T solvent 5.3448 0C = T solution-1000C T solution = 1000C +5.3448 0C =105.3448 0C
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